{
 "cells": [
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "5db370e6",
   "metadata": {},
   "outputs": [],
   "source": [
    "月份\t  收入\n",
    "1月\t 53,695.80 \n",
    "2月\t 40,577.90 \n",
    "3月\t 188,778.08 \n",
    "4月\t 143,013.70 \n",
    "5月\t 43,388.70 \n",
    "6月\t 97,363.80 \n",
    "7月\t 95,389.20 \n",
    "8月\t 87,179.40 \n",
    "9月\t 87,192.90 \n",
    "10月\t 88,199.60 \n",
    "11月\t 135,400.00 \n",
    "12月\t 113,750.00 \n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "id": "a5068617",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 360x360 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "import matplotlib.pyplot as plt\n",
    "# 正常显示中文标签\n",
    "plt.rcParams['font.sans-serif']=['SimHei']\n",
    "# 设置图大小8*8\n",
    "plt.rcParams['figure.figsize']=[5,5]\n",
    "# 设置字体大小\n",
    "plt.rcParams['font.size']=16\n",
    "# x轴标签大小\n",
    "plt.rcParams['xtick.labelsize']=12\n",
    "# y轴标签大小\n",
    "plt.rcParams['ytick.labelsize']=18\n",
    "# 设置风格\n",
    "plt.style.use(\"fast\")\n",
    "#设置X\\Y轴\n",
    "x=[1,2,3,4,5,6,7,8,9,10,11,12]\n",
    "y=[53695.8,40577.9,188778.08,143013.7,43388.7,97363.8,95389.2,87179.4,\n",
    "  87192.9,88199.6,135400,113750]\n",
    "#设置中文坐标及标题\n",
    "plt.title('收入图')\n",
    "plt.xlabel('月份')\n",
    "plt.ylabel('销售收入（元）')\n",
    "##散点图\n",
    "plt.scatter(x,y,s=300,alpha=0.5,edgecolors= 'r)#s表示大小，alpha表示透明度\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 21,
   "id": "9d374f8e",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 360x360 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "# 点的边界颜色白色，大小500，marker =“s\"正方形标记,点的边界 2 (红边)，透明度0.8\n",
    "plt.scatter(x, y,alpha=0.8,edgecolors= 'r',s=400,marker='s', linewidths=2);"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 28,
   "id": "d03014c3",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 360x360 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "# 画一条红色的折线,并加上数字标签\n",
    "plt.plot(x,y,label='收入线',color='r') \n",
    "for a,b in zip(x,y):   \t\t\n",
    "    plt.text(a,b,(\"%.0f\"%b),\n",
    "fontdict={\"family\":\"KaiTi\",\"color\":\"b\",\"size\":8},\n",
    "ha='center', va='bottom')\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 27,
   "id": "49adb6c7",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "[<matplotlib.lines.Line2D at 0x2a319f3c310>]"
      ]
     },
     "execution_count": 27,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 360x360 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "# 画一条折线,正六边形，# mfc='orange'  标记为黄色# ms=20 标记大小为20\n",
    "plt.plot(x,y,label='收入线',marker='H',mfc='orange',ms=20,alpha=0.7,mec='c') "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 31,
   "id": "b391a61e",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<BarContainer object of 12 artists>"
      ]
     },
     "execution_count": 31,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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gL6tqZ5JBhxj4ReDrVfVpgCQvAn6HYYb43cADVfWrSX4MuC3Jt6vqX5vnOpS9HBzeYxldyTRYs3yNGeI1aPzGwbXAbw71aHjsbYy+7e5S4CeAY5O8uKre3jzXUvYB31t0/ylGv1hgiH6J0VExVfVsknuAOWDIIZ5n9B3hfzU+5bMV+O/ekZY369eYIV5jxr/q6Sbgiqr6dvc8h1JVv7Dw30nOBd5dVe/umud53AV8YHyFx/8C7wX+pnekZT0AXJjkn4CNjN7hf0frRM9vB/CpJP8IvB7YU1WDfIO54zXmm3Vrz3mM/lfpg+NrMncl+a3mmda8qvouo/OB/wJ8n9HR2hdah1re5xjNdyfwt4x+E80/9450aFW1j9GbYpcyuvTunb0THdLMX2Pr+pN1krQWeEQsSc0MsSQ1M8SS1MwQS1IzQyxJzQyxJDUzxJLUzBBLUrP/B0NFQSx482ycAAAAAElFTkSuQmCC\n",
      "text/plain": [
       "<Figure size 360x360 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "# lw 描边宽度（5），柱子颜色（#EECFA1）\n",
    "plt.bar(x, y, lw=5,color='#EECFA1')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 36,
   "id": "e9a45517",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<BarContainer object of 12 artists>"
      ]
     },
     "execution_count": 36,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 360x360 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "plt.bar(x, y,color=['r', 'g', 'b']) # color='红绿蓝'三色轮换 "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 34,
   "id": "6aa63805",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "(-1.1035301353425389,\n",
       " 1.100168101682978,\n",
       " -1.1003811895941131,\n",
       " 1.1058660972320686)"
      ]
     },
     "execution_count": 34,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 360x360 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "#定义饼状图的标签，标签是列表\n",
    "plt.pie(y,labels=x)\n",
    "# 设置x，y轴刻度一致，这样饼图才能是圆的\n",
    "plt.axis('equal')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "efbc3f44",
   "metadata": {},
   "outputs": [],
   "source": []
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "Python 3",
   "language": "python",
   "name": "python3"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.8.8"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 5
}
